DOA Estimation Using a Greedy Block Coordinate Descent Algorithm英文

DOA Estimation Using a Greedy Block Coordinate Descent Algorithm英文

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时间:2019-07-09

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1、6382IEEETRANSACTIONSONSIGNALPROCESSING,VOL.60,NO.12,DECEMBER2012DOAEstimationUsingaGreedyBlockCoordinateDescentAlgorithmXiaohanWei,YaboYuan,andQingLingAbstract—Thispaperpresentsanoveljointlysparsesignalutilizesthepropertythatthespatialspectraofthepointsourcesreconstructi

2、onalgorithmfortheDOAestimationproblem,aimingovertimearejointlysparse2.Hence[5]proposesan-normtoachievefasterconvergencerateandbetterestimationaccuracyminimizationformulationwhichpenalizesthejointsparsityofcomparedtoexisting-normminimizationapproaches.Theproposedgreedyblo

3、ckcoordinatedescent(GBCD)algorithmthespatialspectra;thisproblemisthensolvedinasecond-ordersharessimilaritywiththestandardblockcoordinatedescentconeprogramming(SOCP)framework.Recentworkalongthismethodfor-normminimization,butadoptsagreedyblocklineincludes[6],whereaweighted

4、-normminimizationfor-selectionrulewhichgivespreferencetosparsity.Althoughgreedy,mulationreplacesthestandard-normminimizationformu-theproposedalgorithmisprovedtoalsohaveglobalconvergencelationin[5].Anothernotableworkis[7],whichdealswithper-inthispaper.Throughtheoreticalan

5、alysiswedemonstrateitssta-bilityinthesensethatallnonzerosupportsfoundbytheproposedturbationsandinaccuraciesinthebasismatrixusingthebranch-algorithmaretheactualonesundercertainconditions.Last,weand-boundtechnique.However,theaboveapproachesareallmoveforwardtoproposeaweight

6、edformoftheblockselectionquitetime-consumingespeciallywhentheproblemdimensionrulebasedontheMUSICprior.Therefinementgreatlyimprovesislarge,e.g.,thesparsevectororthejointlysparsevectorsaretheestimationaccuracyespeciallywhentwopointsourcesarewithlargesize,thenumberofsnapshot

7、sislarge,etc.Toover-closelyspaced.NumericalexperimentsshowthattheproposedGBCDalgorithmhasseveralnotableadvantagesovertheexistingcomethiscomputationaldifficulty,[8]proposesacycliciter-DOAestimationmethods,suchasfastconvergencerate,accurateativemethodandsolvesasemi-definitep

8、rogramming(SDP)reconstruction,andnoiseresistance.problembyexploitingcovariance-baseddomainsparsity.Inde

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